
Volume 4, Number 1 - Fall 1995
© Logo Foundation
You may copy and distribute this document for educational purposes
provided that you do not charge for such copies and that this
copyright notice is reproduced in full.
These are the major articles that appeared in Logo Update,
Volume 1, Number 4 - Fall 1995. Minor changes have been made to
update information such as addresses. Conference announcements and
other items of transient interest that appeared in the original
newsletter have not been included here.
Logo as a Window into the Mind by
José Armando Valente
The Turtle is Dead: Rethinking Logo in the Age of
Kid Pix by Michael Tempel
The Case for Classic Logo by David L.
McClees and Dorothy M. Fitch
José Armando Valente
by Michael Tempel



Turtle geometry started with the goal of fitting children. Its primary design criterion was to be appropriable. Of course it had to have serious mathematical content, but we shall see that appropriability and serious mathematical content are not at all incompatible. On the contrary: We shall end up understanding that some of the most personal knowledge is also the most profoundly mathematical. In many ways mathematics for example the mathematics of space and movement and repetitive patterns of action is what comes naturally to most children. It is into this mathematics that we sink the tap-root of Turtle geometry. As my colleagues and I have worked through these ideas, a number of principles have given more structure to the concept of an appropriable mathematics. First, there was the continuity principle: The mathematics must be continuous with well established personal knowledge from which it can inherit a sense of warmth and value as well as "cognitive" competence. Then there was the power principle: It must empower the learner to perform personally meaningful projects that could not be done without it. Finally there was the principle of cultural resonance: The topic must make sense in terms of a larger social context. I have spoken of Turtle geometry making sense to children. But it will not truly make sense to children unless it is accepted by adults too. A dignified mathematics for children cannot be something we permit ourselves to inflict on children, like unpleasant medicine, although we see no reason to take it ourselves.



by David L. McClees and Dorothy M. Fitch
Go
to the Logo Foundation Home page